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23=(-6+v)^2
We move all terms to the left:
23-((-6+v)^2)=0
We add all the numbers together, and all the variables
-((v-6)^2)+23=0
We calculate terms in parentheses: -((v-6)^2), so:
(v-6)^2
We calculate terms in parentheses: -((v-6)^2), so:
(v-6)^2
We calculate terms in parentheses: -((v-6)^2), so:
(v-6)^2
We calculate terms in parentheses: -((v-6)^2), so:
(v-6)^2
We calculate terms in parentheses: -((v-6)^2), so:
(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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(v-6)^2
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We calculate terms in parentheses: -((v-6)^2), so:We move all terms containing v to the left, all other terms to the right
(v-6)^2
-((v-6)^2)=-23
| 13x+2=55+13x-3 | | 2=6-120/t | | 10q+35=2q+75 | | -20=-10-95/x | | 7(2-x)=-7x+14 | | 13r+2=2r-97 | | 13r-2=2r-97 | | (6x-5=-3(2x+1)) | | 1=x1/8 | | 5e=42 | | 3(1+x)=2(39x+20-(x+10 | | 5(9-x)=4(x=18) | | 5(9-x)=49x+180 | | 4.9-1.7t=3(4.1-t) | | 3x+130=460 | | 15x9x=270 | | 33-20=x-7 | | y-1.84=1.46 | | v-4.3=6.8 | | u/31=30 | | 141=r-172 | | k/27=30 | | 546=13r | | w-172=818 | | 620=q+98 | | 13t=663 | | v2=12 | | -15x-20=7 | | -6b=54b= | | x^2+8x+96=180 | | -8+1/3x=2 | | 2(3g+1)=3g+1+3g= |